Using this data conduct a statistical test to determine if the Texas Unemployment differs from the national November unemployment rate of 6.7%The national November unemployment data1. Abilene 6.0 unemployed 2. Amarillo 5.4 unemployed3. Austin-Round Rock 5.9 unemployed4. Beaumont-Port Arthur 11.8 unemployed5. Brownsville- Harlingen 11.2 unemployed6. College station Bryan 5.6 unemployed7. Corpus Christi 10.0 unemployed8. Dallas- Fort Worth- Arlington 7.1 unemployed9. El Paso 9.3 unemployed10. Houston- Woodlands- Sugarland 8.9 unemployed11. Killeen- Temple 7.4 unemployed12. Laredo 9.1 unemployed13. Longview 8.9 unemployed14. Lubbock 6.2 unemployed15. McAllen-Edinburg- Mission 12.5 unemployed16. Midland 9.3 unemployed17. Odessa 13.1 unemployed18. San Angelo 7.2 unemployed19. San Antonio 7.3 unemployed20. Sherman- Dennison 6.1 unemployed21. Texarkana 6.9 unemployed22. Tyler 7.1 unemployed23. Victoria 8.9 unemployed24. Waco 6.6 unemployed25. Wichita Falls 7.3 unemployed(Unemployment rate 6.7%)Mean 8.204Median 7.3Mode 8.9

(1) Specify the research and the null hypothesis. (2) What critical (table) value do you initially need to reject the null hypothesis at the .05 level? (3) What is the value of your calculated test statistic? Show the formula you used and your computations to obtain the calculated or observed test statistic. You can obtain the mean and standard deviation from your first assignment or the computer output from below. (4) If you reject the null hypothesis, what is the approximate probability of making a Type I error or the calculated level of statistical significance? Give the upper and lower boundary of the level of statistical significance from the table in the appendix. (5) What do you conclude from your statistical test about the percent unemployed in Texas and the national unemployment percentage? changed